Pensum/l?ringskrav

Better: Evidence-based education 2(1). (Spesialutgave om matematikk. Samling korte artikler).

Dickerson, D. S. & Doerr, H. M. (2014). High school mathematics teachers’ perspectives on the purposes of mathematical proof in school mathematics. Mathematics Education Research Journal. 26(4), s. 711–733.

De Martino, P. & Zan,R. (2010). ‘Me and maths’: towards a definition og attitude grounded on students’ narrative. Journal of Mathematics Teacher Education, 31(1), s. 27 – 48.

Hanna, G. (2015). Mathematical Proof, Argumentation, and Reasoning. I Lerman, S. (red.). Encyclopedia of Mathematics Education. Amsterdam: Springer, s. 404–408.

Hanna, G. (2000). Proof, explanation and exploration: An overview. Educational Studies in Mathematics. 44(1), s. 5–23.

Kilpatrick, J. (2014). History of Research in Mathematics Education. In S. Lerman (red.). Encyclopedia of Mathematics Education. Amsterdam: Springer, s. 267 – 272.

Kilpatrick, J. (2014). Competency Frameworks in Mathematics Education. I S. Lerman (red.). Encyclopedia of Mathematics Education. Amsterdam: Springer, s. 85 – 87.

Kilpatrick, J.; Swafford, J., & Findell, B. (2001) Adding it up. Helping children learn mathematics, Kap 5: The strands of mathematical proficiency. s.115–157. National academies press.

Lesh, R. & English, L. D. (2005). Trends in the Evolution of Models & Modeling Perspectives on Mathematical Learning and Problem Solving. ZDM Mathematics Education, 37(6), s. 487 – 489.

Niss, M. & H?jgaard Jensen, T. (2002). Kompetencer og matematikl?ring. Del II kap 3 og 4, s.  37–72 . K?benhavn: Undervisningsministeriet.

Persson, P.-E. (2009). Handheld calculators as tools for students’ learning of algebra. Nordic Studies in Mathematics Education, 14(2), s. 49–77.

Schoenfeld, A. H. (1987). What's all the fuss about metacognition? I A. H. Schoenfeld (red.), Cognitive science and mathematics education, s. 189-215. Hillsdale, NJ: Lawrence Erlbaums Associates.

Sfard, A. (1991). On the dual nature of mathematical conceptions: reflections on processes and objects as different sides of the same coin. Educational Studies in Mathematics, 22(1), s. 1–36.

Shores, M. L., & Smith, T. (2010). Attribution on mathematics: a review of the literature. School science and mathematics, 110(1), s. 24-30.

Stacey, K & Wiliam, D. (2013). Technology and assessment in mathematics. I Clements, M. A., Bishop, A. J., Keitel, C., Kilpartick, J., & F. K. S. Leung (red.). Third international handbook of mathematics education. s. 721–751. New York: Springer.

Zawojewski, J. (2013). Problem Solving Versus Modeling. I Lesh, R., Galbraith, P. L., Haines, C. R., & A. Hurford (red.). Modeling Students' Mathematical Modeling Competencies, s. 237-243. Amsterdam: Springer.

I tillegg vil vi g? gjennom utvalgte deler av

Pólya, G. (1957, second edition). How to solve it. London: Penguin Books.

Publisert 6. jan. 2017 15:34 - Sist endret 6. jan. 2017 15:34